What is 0.272(8)^{-0.728}(305434)^{0.48} ?

The solution to 0.272(8)^{-0.728}(305434)^{0.48} is 305434^{0.48}*(34)/(125*8^{0.728)}

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simplify 0.272(8)^{-0.728}(305434)^{0.48}

simplify

0.272 (8)^{- 0.728} (305434)^{0.48}

30543 4^{0.48} \cdot \frac{34}{125 \cdot 8 ^{0.728}}

Decimal Notation

25.69684 \dots

Solution steps

0.272 \cdot 8^{- 0.728} \cdot 30543 4^{0.48}

Apply exponent rule:

a^{- b} = \frac{1}{a ^{b}}

8^{- 0.728} = \frac{1}{8 ^{0.728}}

= 0.272 \cdot \frac{1}{8 ^{0.728}} \cdot 30543 4^{0.48}

0.272 \cdot \frac{1}{8 ^{0.728}} \cdot 30543 4^{0.48} = \frac{0.272}{8 ^{0.728}} \cdot 30543 4^{0.48}

= \frac{0.272}{8 ^{0.728}} \cdot 30543 4^{0.48}

\frac{0.272}{8 ^{0.728}} = \frac{272}{1000 \cdot 8 ^{0.728}}

= \frac{272}{1000 \cdot 8 ^{0.728}} \cdot 30543 4^{0.48}

Cancel

\frac{272}{1000 \cdot 8 ^{0.728}} : \frac{34}{125 \cdot 8 ^{0.728}}

= \frac{34}{125 \cdot 8 ^{0.728}} \cdot 30543 4^{0.48}

= 30543 4^{0.48} \cdot \frac{34}{125 \cdot 8 ^{0.728}}

139940.56 (1 + 0.12)^{- 4}

\frac{1}{4} e^{- \frac{1}{4} t}

(81 a^{2} b) 2 b

2.5 \cdot 1 0^{- 1}

((- a sin (t))^{2} + (b cos (t))^{2})^{3}

What is 0.272(8)^{-0.728}(305434)^{0.48} ?
The solution to 0.272(8)^{-0.728}(305434)^{0.48} is 305434^{0.48}*(34)/(125*8^{0.728)}